{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import geopandas as gpd\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from cartopy import crs as ccrs\n",
    "import platform\n",
    "\n",
    "\n",
    "\n",
    "if platform.system() == 'Darwin':\n",
    "    plt.rcParams[\"font.family\"] = 'Arial Unicode MS'\n",
    "elif platform.system() == 'Windows':\n",
    "    plt.rcParams[\"font.family\"] = 'SimHei'\n",
    "else:\n",
    "    pass"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "outputs": [
    {
     "data": {
      "text/plain": "   adcode    name  childrenNum     level              parent  subFeatureIndex  \\\n0  110000     北京市         16.0  province  {'adcode': 100000}              0.0   \n1  120000     天津市         16.0  province  {'adcode': 100000}              1.0   \n2  130000     河北省         11.0  province  {'adcode': 100000}              2.0   \n3  140000     山西省         11.0  province  {'adcode': 100000}              3.0   \n4  150000  内蒙古自治区         12.0  province  {'adcode': 100000}              4.0   \n\n  adchar                                           geometry  \n0   None  POLYGON ((115.72253 39.54420, 115.72068 39.551...  \n1   None  POLYGON ((116.91253 39.11090, 116.90945 39.150...  \n2   None  MULTIPOLYGON (((115.72253 39.54420, 115.72253 ...  \n3   None  POLYGON ((110.37926 34.60061, 110.29549 34.610...  \n4   None  POLYGON ((97.17290 42.79526, 97.28254 42.78208...  ",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>adcode</th>\n      <th>name</th>\n      <th>childrenNum</th>\n      <th>level</th>\n      <th>parent</th>\n      <th>subFeatureIndex</th>\n      <th>adchar</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>110000</td>\n      <td>北京市</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>0.0</td>\n      <td>None</td>\n      <td>POLYGON ((115.72253 39.54420, 115.72068 39.551...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>120000</td>\n      <td>天津市</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>1.0</td>\n      <td>None</td>\n      <td>POLYGON ((116.91253 39.11090, 116.90945 39.150...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>130000</td>\n      <td>河北省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>2.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((115.72253 39.54420, 115.72253 ...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>140000</td>\n      <td>山西省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>3.0</td>\n      <td>None</td>\n      <td>POLYGON ((110.37926 34.60061, 110.29549 34.610...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>150000</td>\n      <td>内蒙古自治区</td>\n      <td>12.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>4.0</td>\n      <td>None</td>\n      <td>POLYGON ((97.17290 42.79526, 97.28254 42.78208...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_full_map = gpd.read_file(filename=\"数据集/100000_中华人民共和国_full.json\")\n",
    "china_full_map['geometry'] = china_full_map.buffer(0)\n",
    "china_full_map.head()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "outputs": [
    {
     "data": {
      "text/plain": "<Geographic 2D CRS: EPSG:4326>\nName: WGS 84\nAxis Info [ellipsoidal]:\n- Lat[north]: Geodetic latitude (degree)\n- Lon[east]: Geodetic longitude (degree)\nArea of Use:\n- name: World.\n- bounds: (-180.0, -90.0, 180.0, 90.0)\nDatum: World Geodetic System 1984 ensemble\n- Ellipsoid: WGS 84\n- Prime Meridian: Greenwich"
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_full_map.crs\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "outputs": [
    {
     "data": {
      "text/plain": "   adcode     name  childrenNum    level            parent  \\\n0  100000  中华人民共和国           34  country  {'adcode': None}   \n\n                                            geometry  \n0  MULTIPOLYGON (((110.43346 21.17128, 110.43161 ...  ",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>adcode</th>\n      <th>name</th>\n      <th>childrenNum</th>\n      <th>level</th>\n      <th>parent</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>100000</td>\n      <td>中华人民共和国</td>\n      <td>34</td>\n      <td>country</td>\n      <td>{'adcode': None}</td>\n      <td>MULTIPOLYGON (((110.43346 21.17128, 110.43161 ...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_boundary = gpd.read_file(filename=\"数据集/中国地图边界202111版.json\")\n",
    "china_boundary['geometry'] = china_boundary.buffer(0)\n",
    "china_boundary"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "outputs": [
    {
     "data": {
      "text/plain": "        minx      miny       maxx       maxy\n0  73.502355  3.397162  135.09567  53.563269",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>minx</th>\n      <th>miny</th>\n      <th>maxx</th>\n      <th>maxy</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>73.502355</td>\n      <td>3.397162</td>\n      <td>135.09567</td>\n      <td>53.563269</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_boundary.bounds"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "outputs": [
    {
     "data": {
      "text/plain": "<Geographic 2D CRS: EPSG:4326>\nName: WGS 84\nAxis Info [ellipsoidal]:\n- Lat[north]: Geodetic latitude (degree)\n- Lon[east]: Geodetic longitude (degree)\nArea of Use:\n- name: World.\n- bounds: (-180.0, -90.0, 180.0, 90.0)\nDatum: World Geodetic System 1984 ensemble\n- Ellipsoid: WGS 84\n- Prime Meridian: Greenwich"
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_boundary.crs\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-20-471a3ff5e333>:1: UserWarning: Geometry is in a geographic CRS. Results from 'centroid' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  china_boundary.centroid[0].x\n"
     ]
    },
    {
     "data": {
      "text/plain": "103.87428753932441"
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_boundary.centroid[0].x"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-21-0ff197c35e9a>:1: UserWarning: Geometry is in a geographic CRS. Results from 'centroid' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  lambert_ccrs = ccrs.LambertConformal(central_longitude=china_boundary.centroid[0].x,\n",
      "<ipython-input-21-0ff197c35e9a>:2: UserWarning: Geometry is in a geographic CRS. Results from 'centroid' are likely incorrect. Use 'GeoSeries.to_crs()' to re-project geometries to a projected CRS before this operation.\n",
      "\n",
      "  central_latitude=china_boundary.centroid[0].y)\n"
     ]
    }
   ],
   "source": [
    "lambert_ccrs = ccrs.LambertConformal(central_longitude=china_boundary.centroid[0].x,\n",
    "                                     central_latitude=china_boundary.centroid[0].y)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "outputs": [
    {
     "data": {
      "text/plain": "   adcode     name  childrenNum    level            parent  \\\n0  100000  中华人民共和国           34  country  {'adcode': None}   \n\n                                            geometry  \n0  MULTIPOLYGON (((708591.435 -1686525.898, 70831...  ",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>adcode</th>\n      <th>name</th>\n      <th>childrenNum</th>\n      <th>level</th>\n      <th>parent</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>100000</td>\n      <td>中华人民共和国</td>\n      <td>34</td>\n      <td>country</td>\n      <td>{'adcode': None}</td>\n      <td>MULTIPOLYGON (((708591.435 -1686525.898, 70831...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_boundary_lambert = china_boundary.to_crs(lambert_ccrs.proj4_init)\n",
    "china_boundary_lambert"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "outputs": [
    {
     "data": {
      "text/plain": "       adcode      name  childrenNum     level              parent  \\\n0      110000       北京市         16.0  province  {'adcode': 100000}   \n1      120000       天津市         16.0  province  {'adcode': 100000}   \n2      130000       河北省         11.0  province  {'adcode': 100000}   \n3      140000       山西省         11.0  province  {'adcode': 100000}   \n4      150000    内蒙古自治区         12.0  province  {'adcode': 100000}   \n5      210000       辽宁省         14.0  province  {'adcode': 100000}   \n6      220000       吉林省          9.0  province  {'adcode': 100000}   \n7      230000      黑龙江省         13.0  province  {'adcode': 100000}   \n8      310000       上海市         16.0  province  {'adcode': 100000}   \n9      320000       江苏省         13.0  province  {'adcode': 100000}   \n10     330000       浙江省         11.0  province  {'adcode': 100000}   \n11     340000       安徽省         16.0  province  {'adcode': 100000}   \n12     350000       福建省          9.0  province  {'adcode': 100000}   \n13     360000       江西省         11.0  province  {'adcode': 100000}   \n14     370000       山东省         16.0  province  {'adcode': 100000}   \n15     410000       河南省         18.0  province  {'adcode': 100000}   \n16     420000       湖北省         17.0  province  {'adcode': 100000}   \n17     430000       湖南省         14.0  province  {'adcode': 100000}   \n18     440000       广东省         21.0  province  {'adcode': 100000}   \n19     450000   广西壮族自治区         14.0  province  {'adcode': 100000}   \n20     460000       海南省         19.0  province  {'adcode': 100000}   \n21     500000       重庆市         38.0  province  {'adcode': 100000}   \n22     510000       四川省         21.0  province  {'adcode': 100000}   \n23     520000       贵州省          9.0  province  {'adcode': 100000}   \n24     530000       云南省         16.0  province  {'adcode': 100000}   \n25     540000     西藏自治区          7.0  province  {'adcode': 100000}   \n26     610000       陕西省         10.0  province  {'adcode': 100000}   \n27     620000       甘肃省         14.0  province  {'adcode': 100000}   \n28     630000       青海省          8.0  province  {'adcode': 100000}   \n29     640000   宁夏回族自治区          5.0  province  {'adcode': 100000}   \n30     650000  新疆维吾尔自治区         24.0  province  {'adcode': 100000}   \n31     710000       台湾省          0.0  province  {'adcode': 100000}   \n32     810000   香港特别行政区         18.0  province  {'adcode': 100000}   \n33     820000   澳门特别行政区          8.0  province  {'adcode': 100000}   \n34  100000_JD                    NaN      None                None   \n\n    subFeatureIndex adchar                                           geometry  \n0               0.0   None  POLYGON ((1010065.805 410511.861, 1009809.797 ...  \n1               1.0   None  POLYGON ((1117689.112 377046.522, 1116796.758 ...  \n2               2.0   None  MULTIPOLYGON (((1010065.805 410511.861, 101007...  \n3               3.0   None  POLYGON ((594710.091 -180270.638, 586983.800 -...  \n4               4.0   None  POLYGON ((-545920.172 724080.488, -537110.252 ...  \n5               5.0   None  MULTIPOLYGON (((1661926.415 552013.577, 166122...  \n6               6.0   None  POLYGON ((2081580.141 958504.624, 2079549.326 ...  \n7               7.0   None  POLYGON ((1511498.262 1249096.600, 1505333.756...  \n8               8.0   None  MULTIPOLYGON (((1700314.150 -393115.675, 16989...  \n9               9.0   None  POLYGON ((1225705.940 -115085.855, 1226517.993...  \n10             10.0   None  MULTIPOLYGON (((1812182.325 -444871.295, 18091...  \n11             11.0   None  POLYGON ((1091840.472 -367825.767, 1090469.726...  \n12             12.0   None  MULTIPOLYGON (((1471053.147 -1211688.865, 1470...  \n13             13.0   None  POLYGON ((1395555.900 -669869.826, 1397652.793...  \n14             14.0   None  MULTIPOLYGON (((1041734.040 6648.937, 1039445....  \n15             15.0   None  POLYGON ((831977.999 -409644.634, 825162.835 -...  \n16             16.0   None  MULTIPOLYGON (((668011.714 -333665.553, 671913...  \n17             17.0   None  POLYGON ((570798.572 -1059171.374, 570860.751 ...  \n18             18.0   None  MULTIPOLYGON (((708591.435 -1686525.898, 70831...  \n19             19.0   None  MULTIPOLYGON (((124460.350 -1282992.668, 12629...  \n20             20.0   None  MULTIPOLYGON (((1596436.583 -2292060.983, 1596...  \n21             21.0   None  POLYGON ((164832.902 -696426.042, 166922.446 -...  \n22             22.0   None  POLYGON ((-272165.272 -1022309.491, -277020.80...  \n23             23.0   None  MULTIPOLYGON (((571519.875 -1059729.744, 57419...  \n24             24.0   None  POLYGON ((143319.006 -968289.535, 142216.363 -...  \n25             25.0   None  POLYGON ((-1265073.205 62267.065, -1267125.575...  \n26             26.0   None  POLYGON ((205953.815 -403213.816, 206054.423 -...  \n27             27.0   None  POLYGON ((-93337.820 -5894.338, -98365.049 618...  \n28             28.0   None  POLYGON ((-93337.820 -5894.338, -92758.542 -81...  \n29             29.0   None  MULTIPOLYGON (((198558.552 -104311.985, 198767...  \n30             30.0   None  POLYGON ((-610475.064 721616.468, -629337.749 ...  \n31             31.0   None  MULTIPOLYGON (((2093828.978 -933136.435, 20952...  \n32             32.0   None  MULTIPOLYGON (((1078906.890 -1498615.698, 1084...  \n33             33.0   None  MULTIPOLYGON (((1033232.882 -1549346.824, 1032...  \n34              NaN     JD  MULTIPOLYGON (((1948317.292 -1249027.726, 1948...  ",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>adcode</th>\n      <th>name</th>\n      <th>childrenNum</th>\n      <th>level</th>\n      <th>parent</th>\n      <th>subFeatureIndex</th>\n      <th>adchar</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>110000</td>\n      <td>北京市</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>0.0</td>\n      <td>None</td>\n      <td>POLYGON ((1010065.805 410511.861, 1009809.797 ...</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>120000</td>\n      <td>天津市</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>1.0</td>\n      <td>None</td>\n      <td>POLYGON ((1117689.112 377046.522, 1116796.758 ...</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>130000</td>\n      <td>河北省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>2.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1010065.805 410511.861, 101007...</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>140000</td>\n      <td>山西省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>3.0</td>\n      <td>None</td>\n      <td>POLYGON ((594710.091 -180270.638, 586983.800 -...</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>150000</td>\n      <td>内蒙古自治区</td>\n      <td>12.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>4.0</td>\n      <td>None</td>\n      <td>POLYGON ((-545920.172 724080.488, -537110.252 ...</td>\n    </tr>\n    <tr>\n      <th>5</th>\n      <td>210000</td>\n      <td>辽宁省</td>\n      <td>14.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>5.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1661926.415 552013.577, 166122...</td>\n    </tr>\n    <tr>\n      <th>6</th>\n      <td>220000</td>\n      <td>吉林省</td>\n      <td>9.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>6.0</td>\n      <td>None</td>\n      <td>POLYGON ((2081580.141 958504.624, 2079549.326 ...</td>\n    </tr>\n    <tr>\n      <th>7</th>\n      <td>230000</td>\n      <td>黑龙江省</td>\n      <td>13.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>7.0</td>\n      <td>None</td>\n      <td>POLYGON ((1511498.262 1249096.600, 1505333.756...</td>\n    </tr>\n    <tr>\n      <th>8</th>\n      <td>310000</td>\n      <td>上海市</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>8.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1700314.150 -393115.675, 16989...</td>\n    </tr>\n    <tr>\n      <th>9</th>\n      <td>320000</td>\n      <td>江苏省</td>\n      <td>13.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>9.0</td>\n      <td>None</td>\n      <td>POLYGON ((1225705.940 -115085.855, 1226517.993...</td>\n    </tr>\n    <tr>\n      <th>10</th>\n      <td>330000</td>\n      <td>浙江省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>10.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1812182.325 -444871.295, 18091...</td>\n    </tr>\n    <tr>\n      <th>11</th>\n      <td>340000</td>\n      <td>安徽省</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>11.0</td>\n      <td>None</td>\n      <td>POLYGON ((1091840.472 -367825.767, 1090469.726...</td>\n    </tr>\n    <tr>\n      <th>12</th>\n      <td>350000</td>\n      <td>福建省</td>\n      <td>9.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>12.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1471053.147 -1211688.865, 1470...</td>\n    </tr>\n    <tr>\n      <th>13</th>\n      <td>360000</td>\n      <td>江西省</td>\n      <td>11.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>13.0</td>\n      <td>None</td>\n      <td>POLYGON ((1395555.900 -669869.826, 1397652.793...</td>\n    </tr>\n    <tr>\n      <th>14</th>\n      <td>370000</td>\n      <td>山东省</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>14.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1041734.040 6648.937, 1039445....</td>\n    </tr>\n    <tr>\n      <th>15</th>\n      <td>410000</td>\n      <td>河南省</td>\n      <td>18.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>15.0</td>\n      <td>None</td>\n      <td>POLYGON ((831977.999 -409644.634, 825162.835 -...</td>\n    </tr>\n    <tr>\n      <th>16</th>\n      <td>420000</td>\n      <td>湖北省</td>\n      <td>17.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>16.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((668011.714 -333665.553, 671913...</td>\n    </tr>\n    <tr>\n      <th>17</th>\n      <td>430000</td>\n      <td>湖南省</td>\n      <td>14.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>17.0</td>\n      <td>None</td>\n      <td>POLYGON ((570798.572 -1059171.374, 570860.751 ...</td>\n    </tr>\n    <tr>\n      <th>18</th>\n      <td>440000</td>\n      <td>广东省</td>\n      <td>21.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>18.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((708591.435 -1686525.898, 70831...</td>\n    </tr>\n    <tr>\n      <th>19</th>\n      <td>450000</td>\n      <td>广西壮族自治区</td>\n      <td>14.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>19.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((124460.350 -1282992.668, 12629...</td>\n    </tr>\n    <tr>\n      <th>20</th>\n      <td>460000</td>\n      <td>海南省</td>\n      <td>19.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>20.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1596436.583 -2292060.983, 1596...</td>\n    </tr>\n    <tr>\n      <th>21</th>\n      <td>500000</td>\n      <td>重庆市</td>\n      <td>38.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>21.0</td>\n      <td>None</td>\n      <td>POLYGON ((164832.902 -696426.042, 166922.446 -...</td>\n    </tr>\n    <tr>\n      <th>22</th>\n      <td>510000</td>\n      <td>四川省</td>\n      <td>21.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>22.0</td>\n      <td>None</td>\n      <td>POLYGON ((-272165.272 -1022309.491, -277020.80...</td>\n    </tr>\n    <tr>\n      <th>23</th>\n      <td>520000</td>\n      <td>贵州省</td>\n      <td>9.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>23.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((571519.875 -1059729.744, 57419...</td>\n    </tr>\n    <tr>\n      <th>24</th>\n      <td>530000</td>\n      <td>云南省</td>\n      <td>16.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>24.0</td>\n      <td>None</td>\n      <td>POLYGON ((143319.006 -968289.535, 142216.363 -...</td>\n    </tr>\n    <tr>\n      <th>25</th>\n      <td>540000</td>\n      <td>西藏自治区</td>\n      <td>7.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>25.0</td>\n      <td>None</td>\n      <td>POLYGON ((-1265073.205 62267.065, -1267125.575...</td>\n    </tr>\n    <tr>\n      <th>26</th>\n      <td>610000</td>\n      <td>陕西省</td>\n      <td>10.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>26.0</td>\n      <td>None</td>\n      <td>POLYGON ((205953.815 -403213.816, 206054.423 -...</td>\n    </tr>\n    <tr>\n      <th>27</th>\n      <td>620000</td>\n      <td>甘肃省</td>\n      <td>14.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>27.0</td>\n      <td>None</td>\n      <td>POLYGON ((-93337.820 -5894.338, -98365.049 618...</td>\n    </tr>\n    <tr>\n      <th>28</th>\n      <td>630000</td>\n      <td>青海省</td>\n      <td>8.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>28.0</td>\n      <td>None</td>\n      <td>POLYGON ((-93337.820 -5894.338, -92758.542 -81...</td>\n    </tr>\n    <tr>\n      <th>29</th>\n      <td>640000</td>\n      <td>宁夏回族自治区</td>\n      <td>5.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>29.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((198558.552 -104311.985, 198767...</td>\n    </tr>\n    <tr>\n      <th>30</th>\n      <td>650000</td>\n      <td>新疆维吾尔自治区</td>\n      <td>24.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>30.0</td>\n      <td>None</td>\n      <td>POLYGON ((-610475.064 721616.468, -629337.749 ...</td>\n    </tr>\n    <tr>\n      <th>31</th>\n      <td>710000</td>\n      <td>台湾省</td>\n      <td>0.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>31.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((2093828.978 -933136.435, 20952...</td>\n    </tr>\n    <tr>\n      <th>32</th>\n      <td>810000</td>\n      <td>香港特别行政区</td>\n      <td>18.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>32.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1078906.890 -1498615.698, 1084...</td>\n    </tr>\n    <tr>\n      <th>33</th>\n      <td>820000</td>\n      <td>澳门特别行政区</td>\n      <td>8.0</td>\n      <td>province</td>\n      <td>{'adcode': 100000}</td>\n      <td>33.0</td>\n      <td>None</td>\n      <td>MULTIPOLYGON (((1033232.882 -1549346.824, 1032...</td>\n    </tr>\n    <tr>\n      <th>34</th>\n      <td>100000_JD</td>\n      <td></td>\n      <td>NaN</td>\n      <td>None</td>\n      <td>None</td>\n      <td>NaN</td>\n      <td>JD</td>\n      <td>MULTIPOLYGON (((1948317.292 -1249027.726, 1948...</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "china_full_map_lambert = china_full_map.to_crs(lambert_ccrs.proj4_init)\n",
    "china_full_map_lambert"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "outputs": [
    {
     "data": {
      "text/plain": "<cartopy.mpl.gridliner.Gridliner at 0x7fe111fe28b0>"
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 2 Axes>",
      "image/png": "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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax1 = plt.subplot(121)\n",
    "china_full_map.boundary.plot(ax=ax1)\n",
    "ax2 = plt.subplot(122, projection=lambert_ccrs)\n",
    "china_full_map_lambert.boundary.plot(ax=ax2)\n",
    "ax2.gridlines()\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "outputs": [],
   "source": [
    "sample_data = pd.DataFrame({'lon':np.linspace(start=100, stop=105, num=100),\n",
    "                            'lat':np.linspace(start=30, stop=40, num=100),\n",
    "                            'show_value':np.random.rand(100)})\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epsg:4326\n"
     ]
    }
   ],
   "source": [
    "print(china_boundary.crs)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "outputs": [
    {
     "data": {
      "text/plain": "           lon       lat  show_value                    geometry\n0   100.000000  30.00000    0.318872  POINT (100.00000 30.00000)\n1   100.050505  30.10101    0.537263  POINT (100.05051 30.10101)\n2   100.101010  30.20202    0.080641  POINT (100.10101 30.20202)\n3   100.151515  30.30303    0.807711  POINT (100.15152 30.30303)\n4   100.202020  30.40404    0.611667  POINT (100.20202 30.40404)\n..         ...       ...         ...                         ...\n95  104.797980  39.59596    0.712343  POINT (104.79798 39.59596)\n96  104.848485  39.69697    0.671649  POINT (104.84848 39.69697)\n97  104.898990  39.79798    0.229778  POINT (104.89899 39.79798)\n98  104.949495  39.89899    0.835487  POINT (104.94949 39.89899)\n99  105.000000  40.00000    0.189986  POINT (105.00000 40.00000)\n\n[100 rows x 4 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>lon</th>\n      <th>lat</th>\n      <th>show_value</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>100.000000</td>\n      <td>30.00000</td>\n      <td>0.318872</td>\n      <td>POINT (100.00000 30.00000)</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>100.050505</td>\n      <td>30.10101</td>\n      <td>0.537263</td>\n      <td>POINT (100.05051 30.10101)</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>100.101010</td>\n      <td>30.20202</td>\n      <td>0.080641</td>\n      <td>POINT (100.10101 30.20202)</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>100.151515</td>\n      <td>30.30303</td>\n      <td>0.807711</td>\n      <td>POINT (100.15152 30.30303)</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>100.202020</td>\n      <td>30.40404</td>\n      <td>0.611667</td>\n      <td>POINT (100.20202 30.40404)</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>95</th>\n      <td>104.797980</td>\n      <td>39.59596</td>\n      <td>0.712343</td>\n      <td>POINT (104.79798 39.59596)</td>\n    </tr>\n    <tr>\n      <th>96</th>\n      <td>104.848485</td>\n      <td>39.69697</td>\n      <td>0.671649</td>\n      <td>POINT (104.84848 39.69697)</td>\n    </tr>\n    <tr>\n      <th>97</th>\n      <td>104.898990</td>\n      <td>39.79798</td>\n      <td>0.229778</td>\n      <td>POINT (104.89899 39.79798)</td>\n    </tr>\n    <tr>\n      <th>98</th>\n      <td>104.949495</td>\n      <td>39.89899</td>\n      <td>0.835487</td>\n      <td>POINT (104.94949 39.89899)</td>\n    </tr>\n    <tr>\n      <th>99</th>\n      <td>105.000000</td>\n      <td>40.00000</td>\n      <td>0.189986</td>\n      <td>POINT (105.00000 40.00000)</td>\n    </tr>\n  </tbody>\n</table>\n<p>100 rows × 4 columns</p>\n</div>"
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample_data_gpd = gpd.GeoDataFrame(\n",
    "    sample_data,\n",
    "    geometry=gpd.points_from_xy(x=sample_data['lon'], y=sample_data['lat']),\n",
    "    crs='epsg:4326'#china_boundary.crs\n",
    ")\n",
    "sample_data_gpd"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "outputs": [
    {
     "data": {
      "text/plain": "           lon       lat  show_value                         geometry\n0   100.000000  30.00000    0.318872  POINT (-376175.944 -704516.296)\n1   100.050505  30.10101    0.537263  POINT (-370800.970 -693464.043)\n2   100.101010  30.20202    0.080641  POINT (-365438.512 -682411.312)\n3   100.151515  30.30303    0.807711  POINT (-360088.566 -671358.083)\n4   100.202020  30.40404    0.611667  POINT (-354751.129 -660304.333)\n..         ...       ...         ...                              ...\n95  104.797980  39.59596    0.712343     POINT (78909.092 350688.344)\n96  104.848485  39.69697    0.671649     POINT (83103.897 361886.987)\n97  104.898990  39.79798    0.229778     POINT (87286.274 373088.295)\n98  104.949495  39.89899    0.835487     POINT (91456.221 384292.293)\n99  105.000000  40.00000    0.189986     POINT (95613.736 395499.007)\n\n[100 rows x 4 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>lon</th>\n      <th>lat</th>\n      <th>show_value</th>\n      <th>geometry</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>100.000000</td>\n      <td>30.00000</td>\n      <td>0.318872</td>\n      <td>POINT (-376175.944 -704516.296)</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>100.050505</td>\n      <td>30.10101</td>\n      <td>0.537263</td>\n      <td>POINT (-370800.970 -693464.043)</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>100.101010</td>\n      <td>30.20202</td>\n      <td>0.080641</td>\n      <td>POINT (-365438.512 -682411.312)</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>100.151515</td>\n      <td>30.30303</td>\n      <td>0.807711</td>\n      <td>POINT (-360088.566 -671358.083)</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>100.202020</td>\n      <td>30.40404</td>\n      <td>0.611667</td>\n      <td>POINT (-354751.129 -660304.333)</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>95</th>\n      <td>104.797980</td>\n      <td>39.59596</td>\n      <td>0.712343</td>\n      <td>POINT (78909.092 350688.344)</td>\n    </tr>\n    <tr>\n      <th>96</th>\n      <td>104.848485</td>\n      <td>39.69697</td>\n      <td>0.671649</td>\n      <td>POINT (83103.897 361886.987)</td>\n    </tr>\n    <tr>\n      <th>97</th>\n      <td>104.898990</td>\n      <td>39.79798</td>\n      <td>0.229778</td>\n      <td>POINT (87286.274 373088.295)</td>\n    </tr>\n    <tr>\n      <th>98</th>\n      <td>104.949495</td>\n      <td>39.89899</td>\n      <td>0.835487</td>\n      <td>POINT (91456.221 384292.293)</td>\n    </tr>\n    <tr>\n      <th>99</th>\n      <td>105.000000</td>\n      <td>40.00000</td>\n      <td>0.189986</td>\n      <td>POINT (95613.736 395499.007)</td>\n    </tr>\n  </tbody>\n</table>\n<p>100 rows × 4 columns</p>\n</div>"
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sample_data_gpd = sample_data_gpd.to_crs(lambert_ccrs.proj4_init)\n",
    "sample_data_gpd"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "outputs": [
    {
     "data": {
      "text/plain": "<cartopy.mpl.gridliner.Gridliner at 0x7fe114546220>"
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 1050x1050 with 1 Axes>",
      "image/png": "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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(subplot_kw={'projection': lambert_ccrs}, figsize=(7,7), dpi=150)\n",
    "sample_data_gpd.plot(ax=ax, column='show_value')\n",
    "china_full_map_lambert.boundary.plot(ax=ax)\n",
    "ax.gridlines(draw_labels=True,\n",
    "             linewidth=2, color='gray', alpha=0.5, linestyle='--')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "outputs": [],
   "source": [],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}